<snapdata remixID="13425378"><project name="ACHANTA_Base_Case" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="ACHANTA_Base_Case"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="tree 1, size: %&apos;size&apos;" type="command" category="looks"><comment x="0" y="0" w="90" collapsed="false">this function takes a parameter that determins the size of the steps taken that draws the tree</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree 2, size: %&apos;size&apos;" type="command" category="looks"><comment x="0" y="0" w="90" collapsed="false">this function takes a parameter that determines the number of steps the sprite will move. it uses recursion because it calls the tree 1 function to use as the branches</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 1, size: %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 1, size: %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree 3, size: %&apos;size&apos;" type="command" category="looks"><comment x="0" y="0" w="90" collapsed="false">this function takes a parameter that determines the number of steps the sprite will move. it uses recursion because it calls the tree 2 function to use as the branches</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 2, size: %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 2, size: %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree 4, size: %&apos;size&apos;" type="command" category="looks"><comment x="0" y="0" w="90" collapsed="false">his function takes a parameter that determines the number of steps the sprite will move. it uses recursion because it calls the tree 3 function to use as the branches</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 3, size: %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 3, size: %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree 5, size: %&apos;size&apos;" type="command" category="looks"><comment x="0" y="0" w="90" collapsed="false">his function takes a parameter that determines the number of steps the sprite will move. it uses recursion because it calls the tree 4 function to use as the branches</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 4, size: %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 4, size: %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree, level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><comment x="0" y="0" w="99" collapsed="false">this function takes two parameters, the level parameter determines the size of the pen while the size parameter determines the number of steps the sprite moves. it uses recursion by calling the function within itself and an if statement that continues the recursion until level = 1</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="setSize"><block var="level"/></block><block s="forward"><block var="size"/></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="level"/><l>1</l></list></block><script><block s="turnLeft"><l>25</l></block><block s="setColor"><color>2,6,0,1</color></block><custom-block s="tree, level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>0.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree, level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block></script><list></list></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="205"></list></costumes><sounds><list struct="atomic" id="206"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-2.2737367544323206e-12" y="-120" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="2,6,0,1" pen="tip" id="211"><costumes><list struct="atomic" id="212"></list></costumes><sounds><list struct="atomic" id="213"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28.48828125" y="21"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>-120</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="tree, level: %n size: %n"><l>9</l><l>50</l><comment w="90" collapsed="false">draws a black tree by calling the function within itself</comment></custom-block></script><script x="401.48828125" y="277.83333333333337"><custom-block s="tree 5, size: %n"><l>50</l><comment w="90" collapsed="false">draws a small tree using tree 4 as branches</comment></custom-block></script><script x="401.48828125" y="207.83333333333337"><custom-block s="tree 4, size: %n"><l>50</l><comment w="90" collapsed="false">draws a small tree using tree 3 as branches</comment></custom-block></script><script x="404.48828125" y="135.83333333333337"><custom-block s="tree 3, size: %n"><l>50</l><comment w="90" collapsed="false">draws a small tree using tree 2 as branches</comment></custom-block></script><script x="403.48828125" y="70.83333333333334"><custom-block s="tree 2, size: %n"><l>50</l><comment w="90" collapsed="false">draws a small tree using tree 1 as branches</comment></custom-block></script><script x="403.48828125" y="23.833333333333343"><custom-block s="tree 1, size: %n"><l>50</l><comment w="90" collapsed="false">draws a line</comment></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="ACHANTA_Base_Case" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>